Geometry-based Schrödinger Bridges for Trustworthy Multimodal Fusion
This work addresses a critical limitation in existing trustworthy multimodal fusion methods, which rely on model prediction confidence to assess input quality and consequently fail when models are confidently incorrect. To overcome this circular dependency between confidence and correctness, the authors propose a geometry-inspired reliability criterion. Specifically, they model the transport path from an input to a reliable region in latent space using a Rectified Flow–based diffusion Schrödinger bridge, and define a calibration score as the squared norm of the initial transport velocity. This score provides a model-confidence–agnostic measure of input reliability. Empirical results demonstrate that the proposed approach significantly outperforms current baselines under challenging conditions involving strong sensor noise and semantic conflicts, thereby substantially enhancing the robustness of multimodal fusion.